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The bottom dots represent local averages. Period is 5 years.
November 2021 | £245,000 |
September 2021 | £213,500 |
September 2020 | £245,000 |
November 2017 (6 total sales) | £244,000 |
August 2018 (3 total sales) | £178,000 |
January 2016 | £180,000 |
August 2014 | £172,000 |
February 2014 | £180,000 |
February 2014 | £200,000 |
January 2014 | £210,000 |
October 2013 | £200,000 |
September 2013 | £187,000 |
August 2013 | £207,000 |
August 2012 | £149,000 |
October 2010 | £175,000 |
September 2010 | £155,000 |
May 2015 (3 total sales) | £214,000 |
October 2022 (Recent) (2 total sales) | £360,000 |
November 2010 (3 total sales) | £235,000 |
January 2008 | £160,000 |
February 2015 (2 total sales) | £185,000 |
August 2007 | £159,950 |
May 2007 | £210,000 |
October 2022 (Recent) (3 total sales) | £352,000 |
January 2012 (2 total sales) | £202,000 |
September 2005 | £211,000 |
May 2009 (2 total sales) | £194,000 |
January 2005 | £160,000 |
January 2017 (2 total sales) | £217,500 |
October 2008 (4 total sales) | £203,000 |
May 2016 (4 total sales) | £245,000 |
April 2014 (3 total sales) | £227,000 |
August 2002 | £137,950 |
January 2007 (2 total sales) | £240,000 |
November 2021 (5 total sales) | £220,000 |
August 2010 (3 total sales) | £199,995 |
October 2000 | £70,000 |
October 2014 (3 total sales) | £181,500 |
July 1999 | £64,950 |
July 1999 | £60,000 |
February 1999 | £64,500 |
May 2014 (2 total sales) | £227,500 |
March 1998 | £77,500 |
June 2001 (2 total sales) | £30,000 |
July 2022 (Recent) (2 total sales) | £320,000 |
November 2019 (2 total sales) | £215,000 |
December 2018 (3 total sales) | £290,000 |
September 1995 | £72,000 |
February 2005 (3 total sales) | £139,950 |
August 1995 | £58,000 |
The type distribution in Longmeadow Road is as follows:
Detached: 36
Terraced: 11
Semi-Detached: 26
Flats: 8
The most expensive sale recorded is 65 Longmeadow Road, Saltash which sold for £245,000 on Nov 12, 2021. The property is in tax band C. The property has a price per square metre of £3,224 psqm, which is 31% higher than the area average.